Internet Archive Search: creator:(Bona) AND -description:(Google)

Via compendii ad Deum. Per motus anagogicos, & orationes iaculatorias. Liber isagogicus ad mysticam theologiam. Auctore D. Ioanne Bona è Monte Regali congreg. S. Bernardi ..

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Nov 20, 2014 11/14

by Giovanni Bona

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Source: http://books.google.com/books?id=ChcvTNqNi-kC&hl=&source=gbs_api

American Libraries

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Les principes et les regles de la vie chrétienne. Traité composé en latin par monsieur le cardinal Bona. Et traduit en françois par monsieur Cousin, presidenten la cour des Monnoyes

Nov 26, 2014 11/14

by Giovanni Bona

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Source: http://books.google.com/books?id=FO70oqkNWycC&hl=&source=gbs_api

On the Best Upper Bound for Permutations Avoiding A Pattern of a Given Length

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Sep 18, 2013 09/13

by Miklos Bona

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Numerical evidence suggests that certain permutation patterns of length k are easier to avoid than any other patterns of that same length. We prove that these patterns are avoided by no more than (2.25k^2)^n permutations of length n. In light of this, we conjecture that no pattern of length k is avoided by more than that many permutations of length n.
Source: http://arxiv.org/abs/1209.2404v1

Orologio ascetico col quale si dimostra la maniera di far regolatamente, e con frutto quegli esercizj cristiani, che giornalmente occorrono. Col testamento buono per prepararsi ad una buona morte. Opera del cardinale Giovanni Bona. Tradotta in lingua toscana da un sacerdote secolare

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Aug 10, 2016 08/16

by Giovanni Bona

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Source: http://books.google.com/books?id=plm1HPWv2FYC&hl=&source=gbs_api

A sefl-dual poset on objects counted by the Catalan numbers

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Sep 18, 2013 09/13

by Miklos Bona

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We examine the poset $P$ of 132-avoiding $n$-permutations ordered by descents. We show that this poset is the "coarsening" of the well-studied poset $Q$ of noncrossing partitions . In other words, if $x
Source: http://arxiv.org/abs/math/9811067v1

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Bona Makes You Sweat

Jun 26, 2018 06/18

by Richard Bona

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Tracklist: 1. Engingilaye & Te Dikalo 2. Kivu & Suninga 3. Kalabancoro 4. Samaouma 5. O Sen Sen Sen 6. Indiscretions & Please Don't Stop 7. Djombwe & I Wish & Trains 8. Ekwa Mwato
Source: CD

Generalized Descents and Normality

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Sep 21, 2013 09/13

by Miklos Bona

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We use Janson's dependency criterion to prove that the distribution of $d$-descents of permutations of length $n$ converge to a normal distribution as $n$ goes to infinity. We show that this remains true even if $d$ is allowed to grow with $n$, up to a certain degree.
Source: http://arxiv.org/abs/0709.4483v1

De praeparatione ad mortem opusculum Joannis card. Bonae

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Jul 26, 2016 07/16

by Giovanni Bona

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Source: http://books.google.com/books?id=h9pg3c7ggjkC&hl=&source=gbs_api

Manuductio ad coelum, medullam continens sanctorum patrum, & veterum philosophorum, authore D. Ioanne Bona Congregationis Reform. S. Bernardi ... soluta oratione composita. Per fratrem verò Petrum Bolla, ordinis Sancti Pauli ... in versus elegiaces traducta

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Nov 22, 2014 11/14

by Giovanni Bona

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Source: http://books.google.com/books?id=dqnJ0OFOgfcC&hl=&source=gbs_api

Books to Borrow

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Borrow

Inside Oscar 2

Dec 13, 2013 12/13

by Damien Bona

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Topic: Academy Awards (Motion pictures)

Some considerations on topologies of infinite dimensional unitary coadjoint orbits

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Sep 20, 2013 09/13

by Pavel Bona

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The topology of the embedding of the coadjoint orbits of the unitary group U(H) of an in-finite dimensional complex Hilbert space H, as canonically determined subsets of the B-space T_s of symmetric trace class operators, is investigated. The space T_s is identified with the B-space predual of the Lie-algebra L(H)_s of the Lie group U(H). It is proved, that orbits con-sisting of symmetric operators with finite range are (regularly embedded) closed submanifolds of T_s. An alternative method of...
Source: http://arxiv.org/abs/math-ph/0301007v3

On a Family of Conjectures of Joel Lewis on Alternating Permutations

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Sep 20, 2013 09/13

by Miklos Bona

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We prove generalized versions of some conjectures of Joel Lewis on the number of alternating permutations avoiding certain patterns. Our main tool is the perhaps surprising observation that a classic bijection on pattern avoiding permutations often preserves the alternating property.
Source: http://arxiv.org/abs/1205.1778v1

Books to Borrow

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Borrow

Rhythmical articulation; a complete method. Translated from the fourth Italian edition, revised and augmented by the author, by Dr. Th. Baker

Oct 13, 2010 10/10

by Bona, Pasquale

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Books to Borrow

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Borrow

Starring John Wayne as Genghis Khan

Jun 20, 2014 06/14

by Damien Bona

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Topic: Motion pictures -- Casting -- United States.

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Colours Doors Planet

Jan 21, 2018 01/18

by Bona Head

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Tracklist: 1. Overture (The Traveller) 2. Fog 3. Kites (Lost In Thought) 4. Momentary Visions 5. Before To The Mirrors 6. Talking To Myself 7. September Shock 8. M. Pity 9. Miss Serendipity 10. Kepler (The Reflection)
Source: CD

A Combinatorial proof of a result of Hetyei and Reiner on Foata-Strehl type permutation trees

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Sep 19, 2013 09/13

by Miklós Bóna

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We give a combinatorial proof of the result of Hetyei and Reiner that there are exactly $n!/3$ permutations of length $n$ in the minmax tree representation of which the $i$th node is a leaf. We also prove the new result that the number of $n$-permutations in which this node has one child is $n!/3$ as well, implying that the same holds for those in which this node has two children.
Source: http://arxiv.org/abs/math/9703209v1

Real Zeros and Normal Distribution for statistics on Stirling permutations defined by Gessel and Stanley

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Sep 19, 2013 09/13

by Miklos Bona

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We study Stirling permutations defined by Gessel and Stanley. We prove that their generating function according to the number of descents has real roots only. We use that fact to prove that the distribution of these descents, and other, equidistributed statistics on these objects converge to a normal distribution.
Source: http://arxiv.org/abs/0708.3223v2

Della preparazione alla morte opera del fu cardinale Giovanni Bona in idioma toscano recata a riscontro del testo latino da d. Gio. Battista Monti. All' ill.mo ... Francesco Zambeccari ..

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Jul 19, 2016 07/16

by Giovanni Bona

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Topic: bub_upload
Source: http://books.google.com/books?id=CcpHplAbCtcC&hl=&source=gbs_api

Principj e documenti della vita cristiana spiegati dall'E.mo signore Giovanni Bona ... Traduzzione del sig. Gabriello Baba ..

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Jul 22, 2016 07/16

by Giovanni Bona

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Source: http://books.google.com/books?id=e3aoJ6D07MsC&hl=&source=gbs_api

International Music Score Library Project

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La semaine musicale

Aug 21, 2012 08/12

by Bona, Pasquale

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Topics: Duets, For clarinet, piano, Scores featuring the clarinet, Scores featuring the piano, For 2 players
Source: http://imslp.org/wiki/La_semaine_musicale_(Bona,_Pasquale)

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Munia: The Tale

Jun 26, 2018 06/18

by Richard Bona

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Oversize Artwork Tracklist: 1. Bonatology (Incantation) 2. Kalabancoro 3. Sona Mama 4. Painting A Wish 5. Engingilaye 6. Dina Lam (Incantation) 7. Balemba Na Bwemba 8. Muto Bye Bye 9. Bona Petit 10. Couscous 11. Playground
Source: CD

A new upper bound for 1324-avoiding permutations

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Sep 20, 2013 09/13

by Miklos Bona

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We prove that the number of 1324-avoiding permutations of length n is less than (7+4\sqrt{3})^n.
Source: http://arxiv.org/abs/1207.2379v1

De divina psalmodia, eiusque causis, mysteriis et disciplinis, deque variis ritibus omnium ecclesiarum in psallendis divinis officiis, tractatus historicus, symbolicus, asceticus. Sive psallentis ecclesiae harmonia opus novum & curiosum, ac multiplici eruditione illustratum. Auctore D. Joanne Bona, S.R.E. tit. S. Bernardi ad The

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Dec 24, 2014 12/14

by Giovanni Bona

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Topic: bub_upload
Source: http://books.google.com/books?id=wRfv1xRKH7AC&hl=&source=gbs_api

A new record for $1324$-avoiding permutations

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Jun 30, 2018 06/18

by Miklós Bóna

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Refining an existing counting argument, we provide an improved upper bound for the number of 1324-avoiding permutations of a given length.
Topics: Mathematics, Combinatorics
Source: http://arxiv.org/abs/1404.4033

Bona Makes You Sweat - Live

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Jun 27, 2018 06/18

by Richard Bona

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Tracklist: 1. Engingilaye & Te Dikalo 2. Kivu & Suninga 3. Kalabancoro 4. Samaouma 5. O Sen Sen Sen 6. Indiscretions & Please Don't Stop 7. Djombwe & I Wish & Trains 8. Te Dikalo
Source: CD

Charmless hadronic B decays at BABAR

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Sep 22, 2013 09/13

by Marcella Bona

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Using 22.7M BBbar events collected with the BABAR detector at SLAC, we present preliminary measurements of the branching fractions for charmless hadronic decays of B mesons into two-body, quasi two-body and three-body final states with pions, kaons, and rho and a0 resonances. In the search for exclusive $B^0 \to \pi^+\pi^-\pi^0$, we measure ${\cal B}(B^0 \to \rho^{\pm}(770)\pi^{\mp})=(28.9\pm5.4\pm4.3) \times 10^{-6}$, together with the relative asymmetry ${\cal A}_{\rm phys} = -0.04 \pm 0.18...
Source: http://arxiv.org/abs/hep-ex/0111017v1

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Reverence

Jun 26, 2018 06/18

by Richard Bona

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No barcode Tracklist: 1. Invocation (A Prophecy) 2. Bisso Baba (Always together) 3. Suninga (When Will I Ever See You) 4. Ekwa Mwato (Affirmation of the Spirit) 5. Sweet Mary (Everyone Has a Choice) 6. Reverence (The Story of a Miracle) 7. Te Misea (A Scream to Save the Planet) 8. Muntula Moto (The Benediction of a long Life) 9. Laka Mba (Plea for Forgiveness) 10. Ngad'a Ndutu (Widow's Dance - Celebration Of A New Life) 11. Esoka (Trust Your Heart) 12. Mbanga Kumba (Two cities, One Train)
Source: CD

Psallentis Ecclesiae harmonia tractatus historicus, symbolicus, asceticus ... Opus nouum, & curiosum, ac multiplici eruditione illustratum auctore D. Ioanne Bona ..

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Jul 30, 2016 07/16

by Giovanni Bona

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Topic: bub_upload
Source: http://books.google.com/books?id=JJwNLtdxSL8C&hl=&source=gbs_api

Real Zeros and Partitions without singleton blocks

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Sep 18, 2013 09/13

by Miklos Bona

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We prove that the generating polynomials of partitions of an $n$-element set into non-singleton blocks, counted by the number of blocks, have real roots only. We apply this information to find the most likely number of blocks. As another application of the real zeros result, we prove that the number of blocks is normally distributed in such partitions. We present a quick way to prove the corresponding statement for cycles of permutations in which each cycle is longer than a given integer $r$.
Source: http://arxiv.org/abs/0705.2734v2

Antologia greca ad uso dei ginnasi e dei licei per Bartolomeo Bona

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Jan 24, 2016 01/16

by Bartolomeo Bona

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Source: http://books.google.com/books?id=9dKhPBs8EyMC&hl=&source=gbs_api

Biblioteca Nazionale Centrale di Firenze (National Central Library of Florence)

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Joannis Bona s.r.e. presbyteri cardinalis Epistolae una cum aliis eruditorum virorum ad eumdem, nondum typis evulgatae. Accedit ejus vitae elogium, ac omnium operum index

Aug 17, 2014 08/14

by Giovanni Bona

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Source: http://books.google.com/books?id=akPAGGfmqGEC&hl=&source=gbs_api

2000/10/20 Leverkusen, Germany

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Oct 19, 2019 10/19

by Richard Bona

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Source material did not include any artwork. Tracklist not available for this CD. Tracklist: 1. N/A 2. N/A 3. N/A 4. N/A 5. N/A 6. N/A
Source: CD

On the number of vertices of each rank in phylogenetic trees and their generalizations

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Jun 27, 2018 06/18

by Miklós Bóna

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We find surprisingly simple formulas for the limiting probability that the rank of a randomly selected vertex in a randomly selected phylogenetic tree or generalized phylogenetic tree is a given integer.
Topics: Combinatorics, Mathematics
Source: http://arxiv.org/abs/1505.07437

The absence of a pattern and the number of occurrences of another

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Sep 19, 2013 09/13

by Miklos Bona

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Following a question of J. Cooper, we study the expected number of occurrences of a given permutation pattern $q$ in permutations that avoid another given pattern $r$. In some cases, we find the pattern that occurs least often, (resp. most often) in all $r$-avoiding permutations. We also prove a few exact enumeration formulae, some of which are surprising.
Source: http://arxiv.org/abs/0910.1343v1

Manuductio ad coelum. Ac principia, & documenta vitae christianae. Ioannis Bonae ..

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Dec 13, 2014 12/14

by Giovanni Bona

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Source: http://books.google.com/books?id=Pg6MrFNb9S4C&hl=&source=gbs_api

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Soul Lounge

Dec 30, 2018 12/18

by Bona Fide

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Tracklist: 1. Bona Fide Club 2. Funk Box 3. Soul Lounge 4. Girard's 5. Midnight Train 6. The Journey 7. Bromo Tower 8. Deep Chill 9. 23rd of May 10. B. More Knights 11. Rosebank Gang
Source: CD

On a Balanced Property of Compositions

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Jul 20, 2013 07/13

by Miklos Bona

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Let $S$ be a finite set of positive integers with largest element $m$. Let us randomly select a composition $a$ of the integer $n$ with parts in $S$, and let $m(a)$ be the multiplicity of $m$ as a part of $a$. Let $0\leq r
Source: http://arxiv.org/abs/math/0609845v1

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The Path

Jun 14, 2018 06/18

by Bona Head

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Some portions of artwork are too big to scan and are not included at this time. Tracklist: 1. Incipit 2. R.E.M. 3. The Path 4. Unreal Wood 5. Way Out 6. Corner 7. Holes and Snares 8. Chasm 9. Dead Zone 10. Return to the Path 11. Reassuring Plains 12. Relax 13. Call 14. Mystic Mountain 15. The Perfection (Epilogue)
Source: CD

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The Ten Shades of Blues

Jan 28, 2018 01/18

by Richard Bona

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Tracklist: 1. Take One 2. Shiva Mantra 3. Good Times 4. Mbemba Mama 5. Kurumalete 6. Souleymane 7. African Cowboy 8. Esukudu 9. Yara's Blues 10. Sona Mayo 11. Camer Secrets
Source: CD

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Royal Function

Mar 24, 2018 03/18

by Bona Fide

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Tracklist: 1. High Street 2. Route 40 West 3. X Ray Hip 4. Never Say Goodbye 5. The Avenue 6. T Bone 7. Royal Function 8. Divine 9. The 2 O'clock Club 10. Mo Diddley 11. Natty Boh 12. The Hippo
Source: CD

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The Ten Shades of Blues

Oct 10, 2018 10/18

by Richard Bona

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Tracklist: 1. Take One 2. Shiva Mantra 3. Good Times 4. Mbemba Mama 5. Kurumalete 6. Souleymane 7. African Cowboy 8. Esukudu 9. Yara's Blues 10. Sona Mayo 11. Camer Secrets
Source: CD

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Tiki

Oct 5, 2018 10/18

by Richard Bona

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Tracklist: 1. Please Don't Stop 2. Dipama 3. Tiki 4. Kivu 5. O Beta O Siba 6. Esoka Bulu (Nigth Whisper) 7. O Sen Sen Sen 8. Manyaka O Brazil 9. Three Women 10. Ba Senge 11. Ida Bato (Ancient song 1789) 12. Akwa Samba Yaya 13. Calçadao de Copacabana 14. Samaouma 15. Nu Sango
Source: CD

Geometric Formulation of Nonlinear Quantum Mechanics for Density Matrices

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Jul 20, 2013 07/13

by Pavel Bona

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Proposals for nonlinear extenstions of quantum mechanics are discussed. Two different concepts of "mixed state" for any nonlinear version of quantum theory are introduced: (i) >genuine mixture < corresponds to operational "mixing" of different ensembles, and (ii) a mixture described by single density matrix without having a canonical operational possibility to pick out its specific convex decomposition is called here an >elementary mixture
Source: http://arxiv.org/abs/quant-ph/9910011v1

$k$-protected vertices in binary search trees

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Jul 20, 2013 07/13

by Miklos Bona

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We show that for every $k$, the probability that a randomly selected vertex of a random binary search tree on $n$ nodes is at distance $k-1$ from the closest leaf converges to a rational constant $c_k$ as $n$ goes to infinity.
Source: http://arxiv.org/abs/1304.6105v1

The copies of any permutation pattern are asymptotically normal

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Sep 21, 2013 09/13

by Miklos Bona

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We prove that the number of copies of any given permutation pattern $q$ has an asymptotically normal distribution in random permutations.
Source: http://arxiv.org/abs/0712.2792v1

On a balanced property of derangements

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Sep 18, 2013 09/13

by Miklos Bona

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We prove an interesting fact describing the location of the roots of the generating polynomials of the numbers of derangements of length $n$, counted by their number of cycles. We then use this result to prove that if $k$ is the number of cycles of a randomly selected derangement of length $n$, then the probability that $k$ is congruent to a given $r$ modulo a given $q$ converges to $1/q$. Finally, we generalize our results to $a$-derangements, which are permutations in which each cycle is...
Source: http://arxiv.org/abs/math/0606277v1

Aszetisches Tagebuch des großen Kardinals Johann Bona

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Feb 24, 2015 02/15

by Giovanni Bona

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Topic: bub_upload
Source: http://books.google.com/books?id=jXk9AAAAcAAJ&hl=&source=gbs_api